OpenLLM-France/wikimedia huggingface dataset:
# ZFS+

ZFS+ is a combined file system and logical volume manager software subsystem initially released under the Common Development and Distribution License (CDDL). It is based on ZFS, originally developed by Sun Microsystems, with proprietary data deduplication features added by GreenBytes and subsequently made proprietary for a storage system product. GreenBytes originally owned the trademark on ZFS+, not to be confused with the ZFS trademark currently held by Oracle Corporation. (GreenBytes itself is now owned by Oracle.)

## Products

GreenBytes created a storage appliance, called Cypress NAS Filer, originally based upon the Sun Microsystems x86-64-based Sun Fire X4500 platform, and bundled their ZFS+ implementation as a value-add technology. GreenBytes claimed their ZFS+ technology could reduce storage power consumption by 50%.
In 2009, GreenBytes relaunched its technology under a new name, GBFS (GreenBytes File System).
# Mopa Breweries

Mopa Breweries, Ltd. is a Nigerian brewery founded in 1980 by Chief J. Adewale Bello in Kogi State, Nigeria. The brewery is based in the town of Mopa in the Mopa-Muro Local Government Area. In 2005, the Canadian company Alexus-NextGen bought a controlling interest.

## Beers

The company produces One Lager, a popular lager, Lion Stout, and non-alcoholic malt beverages.
# Vichy Communauté

Vichy Communauté is the communauté d'agglomération, an intercommunal structure, centred on the town of Vichy. It is located in the Allier department, in the Auvergne-Rhône-Alpes region, central France. Created in 2017, its seat is in Vichy. Its area is 741.3 km$^2$. Its population was 82,810 in 2019, of which 24,980 in Vichy proper.

## Composition

The communauté d'agglomération consists of the following 39 communes:
* Abrest
* Arfeuilles
* Arronnes
* Bellerive-sur-Allier
* Billy
* Bost
* Brugheas
* Busset
* La Chabanne
* La Chapelle
* Charmeil
* Châtel-Montagne
* Châtelus
* Cognat-Lyonne
* Creuzier-le-Neuf
* Creuzier-le-Vieux
* Cusset
* Espinasse-Vozelle
* Ferrières-sur-Sichon
* La Guillermie
* Hauterive
* Laprugne
* Lavoine
* Magnet
* Mariol
* Le Mayet-de-Montagne
* Molles
* Nizerolles
* Saint-Clément
* Saint-Germain-des-Fossés
* Saint-Nicolas-des-Biefs
* Saint-Pont
* Saint-Rémy-en-Rollat
* Saint-Yorre
* Serbannes
* Seuillet
* Vendat
* Le Vernet
* Vichy

## Administration
### Elected members

The communauté d'agglomération is directed by a conseil communautaire composed of 77 members representing each of the member communes. Their proportional division is fixed by the prefectorial decree n$^o$ 2669/2019 of 30 October 2019.
| Number of delegates | Communes |
| 20 | Vichy |
| 10 | Cusset |
| 6 | Bellerive-sur-Allier |
| 3 | Saint-Germain-des-Fossés |
| 2 | Abrest, Creuzier-le-Vieux, Saint-Yorre |
| 1 (+ 1 substitute) | remaining communes |

### Presidency

List of successive presidents of the Vichy Communauté :
| In office | In office | Name | Party | Party | Capacity | Ref. |
| 27 January 2017 | 7 October 2017 | Claude Malhuret | | LR | Mayor of Vichy (1989-2017) Senator from Allier (since 2014) | |
| 7 October 2017 | Incumbent | Frédéric Aguilera | | LR | Mayor of Vichy (since 2017) | |
# Taekwondo at the 2006 Asian Games – Women's 72 kg

The women's middleweight (−72 kilograms) event at the 2006 Asian Games took place on 9 December 2006 at Qatar SC Indoor Hall, Doha, Qatar.
A total of nine competitors from nine different countries (NOCs) competed in this event, limited to fighters whose body weight was less than 72 kilograms.
Luo Wei of China, who had won a bronze medal four years ago at the 2002 Asian Games in Busan of South Korea, won the gold medal after beating Alaa Kutkut of Jordan in gold medal match 1–0, The bronze medal was shared by Iranian Mahrouz Saei and Lee In-jong of South Korea.
Athletes from Bahrain, Vietnam, Chinese Taipei and the Philippines lost in the quarterfinal round and shared the fifth place.

## Schedule

All times are Arabia Standard Time (UTC+03:00)
| Date | Time | Event |
| Saturday, 9 December 2006 | 14:00 | 1/8 finals |
| Saturday, 9 December 2006 | 14:00 | Quarterfinals |
| Saturday, 9 December 2006 | 14:00 | Semifinals |
| Saturday, 9 December 2006 | 14:00 | Final |

## Results

| 1/8 finals | 1/8 finals | Quarterfinals | Quarterfinals | Semifinals | Semifinals | Final | Final |
| | | Mahrouz Saei (IRI) | 5 | | | | |
| Abrar Al-Fahad (KUW) | 1 | Criselda Roxas (PHI) | 4 | | | | |
| Criselda Roxas (PHI) | 3 | | | Mahrouz Saei (IRI) | 0 | | |
| | | | | Alaa Kutkut (JOR) | 1 | | |
| | | Nguyễn Lan Anh (VIE) | 0 | | | | |
| | | Alaa Kutkut (JOR) | 7 | | | | |
| | | | | | | Alaa Kutkut (JOR) | 0 |
| | | | | | | Luo Wei (CHN) | 1 |
| | | Lee In-jong (KOR) | 5 | | | | |
| | | Haneen Abdulaziz (BRN) | 0 | | | | |
| | | | | Lee In-jong (KOR) | 6 | | |
| | | | | Luo Wei (CHN) | 7 | | |
| | | Yang Wen-chen (TPE) | −1 | | | | |
| | | Luo Wei (CHN) | 1 | | | | |
# Tunjë

Tunjë is a village and a former municipality in the Elbasan County, central Albania. At the 2015 local government reform it became a subdivision of the municipality Gramsh. The population at the 2011 census was 1,393. The municipal unit consists of the villages Tunjë, Tunjë e Re, Duzhe, Jance Qënder, Jance Mal, Prrenjas, Irmenj, Plepas, Katerlis, Oban, Sarasel and Lubinje.
# National Institute of Virology (Pakistan)

The National Institute of Virology (NIV) in Pakistan is a national research institute concentrating on biosafety. It has a national laboratory site dedicated to identification and eradication of Emerging infectious diseases, as well as efforts in biological warfare. The aforementioned is a BSL3 laboratory managed by the University of Karachi for the Ministry of Health. Karachi University's International Center for Chemical and Biological Sciences established the National Institute of Virology on September 19, 2019.
The NIV assumed greater importance during the COVID-19 pandemic outbreak in Pakistan, a disease caused by the SARS-CoV-2 virus. It developed its own COVID-19 testing kits, which can be produced at drastically lower costs than imported kits, allowing a greater number of citizens to get tested. When the outbreak took place in Pakistan, the state government of Sindh worked beside Pakistan's federal government's Ministry of Health to develop vaccines and medications for the treatment of infectious diseases.
# Populus Ltd

Populus is a market research company in the United Kingdom formed in 2003.
Populus co-founded the British Polling Council in 2004 and regularly publishes opinion polls on voting intention and as well as other political and commercial issues. It is also a member of the Market Research Society.
Populus conduct telephone research using random digit dialing.
In 2020 Populus became part of Yonder Consulting.
# Move On (The Warren Brothers song)

"Move On" is a song co-written and recorded by American country music duo The Warren Brothers. It was released in October 2000 as the second single from the album King of Nothing. The song reached #17 on the Billboard Hot Country Singles & Tracks chart. The song was written by Brad Warren, Brett Warren and Danny Wilde.

## Chart performance

| Chart (2000–2001) | Peak position |
| Canada Country Tracks (RPM) | 67 |
| US Hot Country Songs (Billboard) | 17 |
| US Bubbling Under Hot 100 Singles (Billboard) | 5 |
# Nandom (Ghana parliament constituency)

Nandom is one of the constituencies represented in the Parliament of Ghana. It elects one Member of Parliament (MP) by the first past the post system of election. Nandom is located in the Lawra District of the Upper West Region of Ghana.

## Members of Parliament

| Election | Member | Party |
| 2016 | Ambrose Dery | New Patriotic Party |
# List of unsolved problems in statistics

There are many longstanding unsolved problems in mathematics for which a solution has still not yet been found. The notable unsolved problems in statistics are generally of a different flavor; according to John Tukey, "difficulties in identifying problems have delayed statistics far more than difficulties in solving problems." A list of "one or two open problems" (in fact 22 of them) was given by David Cox.

## Inference and testing

* How to detect and correct for systematic errors, especially in sciences where random errors are large (a situation Tukey termed uncomfortable science).
* The Graybill–Deal estimator is often used to estimate the common mean of two normal populations with unknown and possibly unequal variances. Though this estimator is generally unbiased, its admissibility remains to be shown.
* Meta-analysis: Though independent p-values can be combined using Fisher's method, techniques are still being developed to handle the case of dependent p-values.
* Behrens–Fisher problem: Yuri Linnik showed in 1966 that there is no uniformly most powerful test for the difference of two means when the variances are unknown and possibly unequal. That is, there is no exact test (meaning that, if the means are in fact equal, one that rejects the null hypothesis with probability exactly α) that is also the most powerful for all values of the variances (which are thus nuisance parameters). Though there are many approximate solutions (such as Welch's t-test), the problem continues to attract attention as one of the classic problems in statistics.
* Multiple comparisons: There are various ways to adjust p-values to compensate for the simultaneous or sequential testing of hypotheses. Of particular interest is how to simultaneously control the overall error rate, preserve statistical power, and incorporate the dependence between tests into the adjustment. These issues are especially relevant when the number of simultaneous tests can be very large, as is increasingly the case in the analysis of data from DNA microarrays.
* Bayesian statistics: A list of open problems in Bayesian statistics has been proposed.

## Experimental design

* As the theory of Latin squares is a cornerstone in the design of experiments, solving the problems in Latin squares could have immediate applicability to experimental design.

## Problems of a more philosophical nature

* Sampling of species problem: How is a probability updated when there is unanticipated new data?
* Doomsday argument: How valid is the probabilistic argument that claims to predict the future lifetime of the human race given only an estimate of the total number of humans born so far?
# Monthly Carol

Monthly Carol, stylized CAROL (月刊キャロル) was a shōjo manga magazine published by Kodansha starting in March 1983 and discontinued in 1984.

## Overview

Carol was a sister magazine to Nakayoshi, a girls' manga magazine also published by Kodansha. Carol's catchphrase regularly printed on covers alongside the title was "A fun manga magazine for primary school girls" (小学生のたのしいまんが誌), which matches its target demographic. Its most notable works were manga adaptations of Studio Pierrot's TV anime Creamy Mami, the Magic Angel and Toei Animation's Little Memole. Later issues of Carol frequently featured complementary merchandise and promotional gifts. The magazine ceased publication with the July 1984 issue, which coincided with the end of Creamy Mami's TV airing schedule.
Several tankōbon were released by Kodansha under the CAROL label. Creamy Mami was released in two volumes and a special third volume adapting the OVA Eien no Once More. Erica Hill's Story and VIVA! Akane-chan were released in two volumes. Candy ♥ Romance and Secret Garden got single volumes.

## Serializations

| Title | Mangaka | Starting Issue | Ending Issue |
| Little Memole | Takahata Rie | March 1983 | July 1984 |
| Creamy Mami, the Magic Angel | Kitagawa Yuko | July 1983 | July 1984 |
| VIVA! Akane-chan | Kimiko Uehara | April 1983 | July 1984 |
| Gokigen Pochetto-kun | Okano Kinya | April 1983 | July 1984 |
| Ore wa Matawa Chiro~! | Shuuji Sakamoto | April 1983 | July 1984 |
| Chiaki's Pineapple Diary | Takahata Rie | April 1983 | December 1983 |
| Ukiuki Doing | Toi Sachiko | April 1983 | October 1983 |
| Otome no Burenbasuta | Narui Toshirou | April 1983 | July 1984 |
| Secret Garden | Fumizuki Kyouko | April 1983 | January 1984 |
| Futari de Cherry | Mitsuru Miura | April 1983 | March 1984 |
| Miracle Rabbi-chan | Takanashi Teppei | June 1983 | March 1984 |
| Sata-chan's March | Nobuko Hama | June 1983 | August 1983 |
| Munyu Munyu Land, a Fun Country Full of Animals | Angel Matsumoto | July 1983 | February 1984 |
| Erica Hill's Story | Chieko Hara | October 1983 | July 1984 |
| Candy ♥ Romance | Ito Kako | November 1983 | January 1984 |
| Hashire! Happy Road | Mami Kizaki | January 1984 | March 1984 |
| Yanchahime | Angel Matsumoto | April 1984 | July 1984 |
| 3chome to Suzume-tachi | Sakou Sakae | April 1984 | May 1985 |
| Miri-chan Senpu | Seto Minori | April 1984 | July 1984 |
| Salad Field Communication | Ito Kako | May 1984 | July 1984 |
| Kawai-so Yama Oniko-chan | Konami Kanata | May 1984 | July 1984 |
| Tondemo Lunch | Tsubasa Nunoura | April 1984 | July 1984 |
# Vesicular glutamate transporter 1

Vesicular glutamate transporter 1 (VGLUT1) is a protein that in humans is encoded by the SLC17A7 gene.
The protein encoded by this gene is a vesicle-bound, sodium-dependent phosphate transporter that is specifically expressed in the neuron-rich regions of the brain. It is preferentially associated with the membranes of synaptic vesicles and functions in glutamate transport. The protein shares 82% identity with the differentiation-associated Na-dependent inorganic phosphate cotransporter and they appear to form a distinct class within the Na+/Pi cotransporter family.
# TWE

TWE may refer to:
* Test of Written English, a required component of the computer-based TOEFL (Test of English as a Foreign Language)
* TransWest Express, an electricity transmission line in the US
* Trans World Express, an airline
* Treasury Wine Estates, a company
# National Cyber Security Centre (New Zealand)

The National Cyber Security Centre in New Zealand is a branch of the Government Communications Security Bureau. They have been assisting the Waikato District Health Board with the May 2021 attack on their IT systems.
# Porcellio granuliferus

Porcellio granuliferus is a species of woodlouse in the genus Porcellio belonging to the family Porcellionidae that is endemic to mainland Spain.
# Wo Hang (disambiguation)

Wo Hang (Chinese: 禾坑) is an area in Sha Tau Kok, Hong Kong. The term is part of the name of several places in Hong Kong, including:
* Ha Wo Hang, a village
* Sheung Wo Hang, a village
* Tso Wo Hang, a village
* Wo Hang Tai Long, a village
# Yurammia

Yurammia is a placoderm from what is now the Pambula River in New South Wales. Unlike all other known phyllolepids, Yurammia's plates had no external grooves.
# Listed buildings in Green Fairfield

Green Fairfield is a civil parish in the High Peak district of Derbyshire, England. The parish contains five listed buildings that are recorded in the National Heritage List for England. All the listed buildings are designated at Grade II, the lowest of the three grades, which is applied to "buildings of national importance and special interest". The parish is entirely rural, and the listed buildings consist of a house, Pictor Hall, its lodge and two outbuildings, and a farmhouse.
Download coordinates as:
* KML
* GPX (all coordinates)
* GPX (primary coordinates)
* GPX (secondary coordinates)

## Buildings

| Name and location | Photograph | Date | Notes |
| Bottom Farmhouse 53°15′06″N 1°51′14″W﻿ / ﻿53.25168°N 1.85388°W﻿ / 53.25168; -1.85388﻿ (Bottom Farmhouse) | — | c. 1750 | The farmhouse is in limestone with gritstone dressings, quoins, and a stone slate roof. There are two storeys and four bays. The main doorway has a moulded surround and a shallow bracketed hood. The windows either have single lights or are mullioned, some with hood moulds. |
| Pictor Hall 53°14′57″N 1°52′00″W﻿ / ﻿53.24906°N 1.86655°W﻿ / 53.24906; -1.86655﻿ (Pictor Hall) | | Late 18th century | The house, which incorporates 17th-century material, was extended in the mid-19th century. It is in rendered limestone and gritstone, with quoins, and a stone slate roof with coped gables. There are two storeys, a double-depth plan, and a front of five bays, with a central pediment, and a later two-storey canted wing with a hipped roof and overhanging eaves on the southwest. The doorway has a quoined surround and a shallow bracketed canopy, and the windows are sashes. |
| Barn northwest of Pictor Hall 53°14′57″N 1°51′58″W﻿ / ﻿53.24922°N 1.86619°W﻿ / 53.24922; -1.86619﻿ (Barn northwest of Pictor Hall) | — | 1794 | The barn is in limestone with gritstone dressings, and a stone slate roof with coped gables, a ball finial at the northeast end, and a bellcote at the southwest. There are two storeys and four bays. The barn contains five doorways with quoined surrounds and massive lintels, and four taking-in doorways in the upper floor with quoined surrounds. |
| Lodge to Pictor Hall 53°14′59″N 1°51′43″W﻿ / ﻿53.24982°N 1.86182°W﻿ / 53.24982; -1.86182﻿ (Lodge to Pictor Hall) | | Early 19th century | The lodge is in limestone with gritstone dressings, quoins, and a Welsh slate roof. There is a single storey and an attic, and three bays, the middle bay gabled. In the centre is a doorway flanked by windows, and above it is a gabled dormer. The windows contain Y-tracery, and all the openings have pointed heads and hood moulds. |
| Outbuilding north-northeast of Pictor Hall 53°14′57″N 1°51′59″W﻿ / ﻿53.24924°N 1.86644°W﻿ / 53.24924; -1.86644﻿ (Outbuilding north-northeast of Pictor Hall) | — | Early 19th century | The outbuilding is in limestone with gritstone dressings, rusticated quoins, and a stone slate roof with coped gables. There are two storeys and three bays, and a single-storey range at the north. The building contains two doorways with quoined surrounds, one also with a massive lintel. Most of the windows, which were sashes, have been replaced. |
# Montcey

Montcey (French pronunciation:) is a commune in the Haute-Saône department in the region of Bourgogne-Franche-Comté in eastern France.
The town is located near Vesoul.
# Victor Buhler

Victor Buhler (born February 1, 1972) is an accomplished television and film maker. He began his career as a director but more recently he has become an executive producer for high-profile documentary series such as ESPN's 'In The Arena: Serena Williams' and Netflix's upcoming 'Aaron Rodgers: Enigma'. He currently works as SVP of Development and Production for Tom Brady's company Religion of Sports, where he oversees dozens of television series per year.
Directing Work
Buhler directed the documentary feature film Rikers High, about the school for teenage inmates in Rikers Island jail. It won the Award for Best Documentary at the 2006 Tribeca Film Festival. He also directed The Beautiful Game, a Netflix documentary feature film about the 2010 soccer World Cup that debuted at the Seattle International Film Festival. Buhler also directed A Whole Lott More about employment for people with developmental disabilities. It was voted an audience favorite at the 2013 HotDocs Documentary Festival. He also co-wrote and directed the scripted feature Running Naked which won Best Film at the 2020 Beijing Film Festival. Buhler’s many directing television credits include Sirens and Drugs Inc. His short film Chaperone was nominated for a student Academy Award.
Producing Work
Buhler has produced dozens of high-profile documentaries including HBO's hit series The Vow and, in 2019, he won a Sports Emmy for producing Tom vs. Time. Other highlights include credits on Showtime's 'Shut Up And Dribble', Netflix 'Simone Rising', Hulu's 'Thank You, Goodnight: The Bon Jovi Story' and Participant Films' Countdown to Zero'.
Academic Background
Buhler has taught filmmaking at Harvard University and at New York University's Tisch Graduate Film Program
# Turalići

Turalići is a village in the municipality of Novi Travnik, Bosnia and Herzegovina.

## Demographics

According to the 2013 census, its population was 35, all Bosniaks.
# Geometric topology (object)

In mathematics, the geometric topology is a topology one can put on the set H of hyperbolic 3-manifolds of finite volume.

## Use

Convergence in this topology is a crucial ingredient of hyperbolic Dehn surgery, a fundamental tool in the theory of hyperbolic 3-manifolds.

## Definition

The following is a definition due to Troels Jorgensen:
    A sequence $\{M_{i}\}$ in H converges to M in H if there are
   * a sequence of positive real numbers $\epsilon _{i}$ converging to 0, and
   * a sequence of $(1+\epsilon _{i})$-bi-Lipschitz diffeomorphisms $\phi _{i}:M_{i,[\epsilon _{i},\infty )}\rightarrow M_{[\epsilon _{i},\infty )},$
    where the domains and ranges of the maps are the $\epsilon _{i}$-thick parts of either the $M_{i}$'s or M.

## Alternate definition

There is an alternate definition due to Mikhail Gromov. Gromov's topology utilizes the Gromov-Hausdorff metric and is defined on pointed hyperbolic 3-manifolds. One essentially considers better and better bi-Lipschitz homeomorphisms on larger and larger balls. This results in the same notion of convergence as above as the thick part is always connected; thus, a large ball will eventually encompass all of the thick part.

### On framed manifolds

As a further refinement, Gromov's metric can also be defined on framed hyperbolic 3-manifolds. This gives nothing new but this space can be explicitly identified with torsion-free Kleinian groups with the Chabauty topology.
# Mozambique at the 2020 Summer Paralympics

Mozambique competed at the 2020 Summer Paralympics in Tokyo, Japan, from 24 August to 5 September 2021.

## Athletics
### Track

| Athlete | Event | Heats | Heats | Final | Final |
| Athlete | Event | Result | Rank | Result | Rank |
| Hilario Chavela | Men's 400 m T13 | | | | |
| Edmilsa Governo | Women's 100 m T13 | 12.71s | 6 | did not advance | did not advance |
| Edmilsa Governo | Women's 400 m T13 | 55.50s | 1 | 57.68s | 5 |

### Field

| Athlete | Event | Heats | Heats | Final | Final |
| Athlete | Event | Result | Rank | Result | Rank |
| Hilario Chavela | Men's long jump T13 | | | | |
# Yuraku

Yuraku was the first philatelic magazine published in Japan. The first edition was issued in Tokyo on 16 July 1914 under the editorship of Meguro Kimura. It was the organ of The Yurakukai (Philatelic Society of Japan). It continued until at least Volume 9, 1922.
# Montchamp

Montchamp is the name of two communes in France:
* Montchamp, Calvados, in the Calvados département
* Montchamp, Cantal, in the Cantal département